Author: Mark Young
Date: 19:42:37 02/22/00
Go up one level in this thread
On February 22, 2000 at 16:14:20, Howard Exner wrote: >This from Wood - KLein, Brighton - 1938 >Are programs able to solve this? > >[D]8/6Bp/6p1/2k1p3/4PPP1/1pb4P/8/2K5 b - - > > > > >Solution: > >1... b2+ 2. Kc2 exf4 3. Bxc3 f3 4. Be1 Kd4 >Note that the move 2. ... exf4! must be in the line in order to consider >the position solved. New position 8/6Bp/6p1/2k1p3/4PPP1/1pb4P/8/2K5 b - - 0 1 Analysis by Fritz 6: 1...e5xf4 ² (0.47) Depth: 1/2 00:00:00 1...e5xf4 2.Bg7xc3 ± (1.16) Depth: 1/3 00:00:00 1...b3-b2+ = (-0.16) Depth: 1/6 00:00:00 1...b3-b2+ 2.Kc1-b1 ³ (-0.44) Depth: 1/9 00:00:00 1...Kc5-d6 ³ (-0.53) Depth: 1/9 00:00:00 1...Kc5-d6 = (-0.19) Depth: 2/8 00:00:00 1...Kc5-d6 = (-0.19) Depth: 2/8 00:00:00 1...Kc5-d6 2.f4-f5 g6xf5 3.g4xf5 = (-0.19) Depth: 3/9 00:00:00 1...Kc5-d6 2.f4-f5 g6xf5 3.g4xf5 h7-h5 4.Bg7-f8+ Kd6-d7 = (-0.16) Depth: 4/10 00:00:00 1kN 1...Kc5-d6 2.f4-f5 g6xf5 3.g4xf5 h7-h5 4.Kc1-b1 = (-0.09) Depth: 5/11 00:00:00 3kN 1...Kc5-c4! = (-0.13) Depth: 5/14 00:00:00 5kN 1...Kc5-c4 2.f4xe5 Kc4-d3 3.g4-g5 = (-0.25) Depth: 5/14 00:00:00 6kN 1...Kc5-c4-- = (0.06) Depth: 6/12 00:00:00 7kN 1...Kc5-c4 2.Bg7xe5 Bc3-a5 3.Kc1-b2 Kc4-d3 4.Kb2xb3 Kd3xe4 ± (0.97) Depth: 6/14 00:00:00 8kN 1...Kc5-d6! ± (0.87) Depth: 6/14 00:00:00 9kN 1...Kc5-d6! 2.f4-f5 g6xf5 3.g4xf5 h7-h5 4.Kc1-b1 h5-h4 5.Bg7-f8+ Kd6-d7 = (-0.06) Depth: 6/14 00:00:00 10kN 1...Kc5-d6 2.f4-f5 g6xf5 3.g4xf5 Kd6-e7 4.Kc1-b1 Ke7-f7 5.Bg7-h8 = (-0.09) Depth: 7/16 00:00:00 17kN 1...Kc5-d6 2.f4-f5 g6xf5 3.g4xf5 Kd6-e7 4.Kc1-b1 Ke7-f7 5.Bg7-h8 h7-h5 = (-0.09) Depth: 8/16 00:00:00 29kN 1...Kc5-d6 2.f4-f5 g6xf5 3.g4xf5 Kd6-e7 4.Kc1-b1 Ke7-f7 5.f5-f6 = (-0.09) Depth: 9/17 00:00:00 70kN 1...Kc5-d6 2.f4-f5 g6xf5 3.Bg7-f8+ Kd6-e6 4.g4xf5+ Ke6-f6 5.Bf8-a3 Bc3-d4 6.Ba3-b2 = (0.06) Depth: 10/20 00:00:00 147kN 1...Kc5-d6 2.f4-f5 g6xf5 3.Bg7-f8+ Kd6-e6 4.g4xf5+ Ke6-f6 5.Bf8-a3 Bc3-d4 6.Ba3-b2 = (0.00) Depth: 11/18 00:00:01 321kN, tb=1 1...Kc5-d6 2.f4-f5 g6xf5 3.Bg7-f8+ Kd6-e6 4.g4xf5+ Ke6-f6 5.Bf8-a3 Bc3-d4 6.Ba3-b2 = (0.06) Depth: 12/19 00:00:02 531kN, tb=15 1...Kc5-d6 2.f4-f5 g6xf5 3.Bg7-f8+ Kd6-e6 4.g4xf5+ Ke6-f6 5.Bf8-a3 Bc3-d4 6.Ba3-b2 = (0.00) Depth: 13/22 00:00:03 991kN, tb=46 1...Kc5-d6 2.f4-f5 g6xf5 3.Bg7-f8+ Kd6-e6 4.g4xf5+ Ke6-f6 5.Bf8-a3 Bc3-d4 6.Ba3-b2 = (0.00) Depth: 14/24 00:00:06 1723kN, tb=107 1...Kc5-d6 2.f4-f5 g6xf5 3.Bg7-f8+ Kd6-e6 4.g4xf5+ Ke6-f6 5.Bf8-a3 Bc3-d4 6.Ba3-b2 = (0.06) Depth: 15/27 00:00:10 3119kN, tb=224 1...Kc5-d6 2.f4-f5 g6xf5 3.Bg7-f8+ Kd6-e6 4.g4xf5+ Ke6-f6 5.Bf8-a3 h7-h5 6.Ba3-c5 = (0.06) Depth: 16/26 00:00:18 5669kN, tb=394 1...Kc5-d6 2.f4-f5 g6xf5 3.Bg7-f8+ Kd6-e6 4.g4xf5+ Ke6-f6 5.Bf8-a3 h7-h6 6.Ba3-b2 = (0.12) Depth: 17/30 00:00:32 10474kN, tb=888 1...Kc5-d6 2.f4-f5 g6xf5 3.Bg7-f8+ Kd6-e6 4.g4xf5+ Ke6-f6 5.Bf8-a3 = (0.00) Depth: 18/31 00:00:58 19359kN, tb=1599 1...Kc5-d6 2.f4-f5 g6xf5 3.Bg7-f8+ Kd6-e6 4.g4xf5+ Ke6-f6 5.Bf8-a3 h7-h6 6.Ba3-b2 = (0.00) Depth: 19/32 00:01:43 34673kN, tb=3326 1...Kc5-d6 2.f4-f5 g6xf5 3.Bg7-f8+ Kd6-e6 4.g4xf5+ Ke6-f6 5.Bf8-a3 h7-h6 6.Ba3-b2 = (0.00) Depth: 20/33 00:02:54 58869kN, tb=5830 1...Kc5-d6-- ² (0.47) Depth: 21/41 00:06:54 139221kN, tb=12794 1...Kc5-d6 ² (0.47) Depth: 21/41 00:07:45 155484kN, tb=14246 1...b3-b2+ ² (0.44) Depth: 21/41 00:09:04 182860kN, tb=15808 1...b3-b2+ 2.Kc1-b1 e5xf4 3.Bg7xc3 f4-f3 4.Bc3-e1 Kc5-d4 5.e4-e5 Kd4xe5 6.Be1-f2 ³ (-0.66) Depth: 21/43 00:15:57 325050kN, tb=23214 1...b3-b2+ 2.Kc1-b1 e5xf4 3.Bg7xc3 f4-f3 4.Bc3-e1 Kc5-d4 5.e4-e5 Kd4xe5 6.Be1-f2 ³ (-0.66) Depth: 22/43 00:21:42 441940kN, tb=30879 1...b3-b2+! µ (-0.97) Depth: 23/47 00:30:04 618710kN, tb=38755 1...b3-b2+! 2.Kc1-b1 e5xf4 3.Bg7xc3 f4-f3 4.Bc3-e1 Kc5-d4 5.e4-e5 Kd4xe5 6.Be1-f2 -+ (-1.97) Depth: 23/47 00:35:55 743550kN, tb=43361 1...b3-b2+! -+ (-2.28) Depth: 24/46 00:51:48 1077180kN, tb=58966 1...b3-b2+! -+ (-2.59) Depth: 25/50 01:55:10 2426474kN, tb=95806 (Young, 22.02.2000)
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